How to solve in a triangle pqr if pq=qr and l,mandn are the mid point of the side pq,qrand rp respectively prove that ln=mn?
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GIVEN : PQ = QR , L is mid point of PQ,M is midpoint of QR and N is the mid point of PR
PQ = QR ⇒∠PRQ =∠RPQ
PQ = 2PL
QR = 2MR
PQ = QR ⇒ PL =MR
IN ΔPLN and ΔRMN
PN NR
∠PRQ = ∠RPQ
PL = MR
LM = MN hence its proved
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